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Two complementary problems inspired from customer surveys are successively considered.
Chen and Yang [24] investigated general vector variational inequality problems and vector complementary problems in infinite-dimensional spaces.
Equilibrium problems include fixed point problems, optimization problems, variational inequalities, Nash equilibria problems, and complementary problems as special cases.
Finally, the numerical results show that the introduced methods are effective for solving the large and sparse linear complementary problems.
The EP(1.1) includes variational inequality problems, optimization problems, Nash equilibrium problems, saddle point problems, fixed point problems, and complementary problems as special cases.
It is well known that (operatorname{EP}(C,f)) include variational inequality problems, complementary problems and Nash equilibrium problems etc. as special cases (see, e.g., [15, 16]).
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She's got her own, somewhat complementary, problem — the tape — but she's also dealing with the ramifications of Brooks's accident.
Another formulation by complementary problem is also considered.
This contact separation is formulated as a Linear Complementary Problem (LCP).
This problem is connected with the convex minimization problem, the complementary problem, the problem of finding a point x ∈ E satisfying A x = 0.
It is a unified model of several problems, namely, variational inequality problem, complementary problem, saddle point problem, optimization problem, fixed point problem, etc.; see [3 5].
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